Find the rule which gives the number of matchsticks required to make the following matchsticks patterns. Use a variable to write the rule. (a) A pattern of letter T as T (b) A pattern of letter Z as Z About the author Hailey
Answer: (a) A pattern of letter T as T – 2n (b) A pattern of letter Z as Z – 3n Rule : = 2n (as two matchstick used in each letter) = 3n (as three matchstick used in each letter) = 3n (as three matchstick used in each letter) = 2n (as two matchstick used in each letter) = 5n (as five matchstick used in each letter) = 5n (as five matchstick used in each letter) = 6n (as six matchstick used in each letter) This is the rule for giving number of matchsticks required. Just gave this to you for better understanding Reply
Answer:
(a) A pattern of letter T as T – 2n
(b) A pattern of letter Z as Z – 3n
Rule :
= 2n (as two matchstick used in each letter)
= 3n (as three matchstick used in each letter)
= 3n (as three matchstick used in each letter)
= 2n (as two matchstick used in each letter)
= 5n (as five matchstick used in each letter)
= 5n (as five matchstick used in each letter)
= 6n (as six matchstick used in each letter)
This is the rule for giving number of matchsticks required. Just gave this to you for better understanding